Controller Design for Discrete-Time Infinite Dimensional Systems Using the LMI Approach
Date Issued
1999-07-31
Date
1999-07-31
Author(s)
馮蟻剛
DOI
882213E002089
Abstract
In this report, we consider the
stability robustness problem for infinite
dimensional systems with boundary control
inputs. We first translate the problem into a
standard Cauchy problem in certain
interpolation space. In such an interpolation
space, the boundary control robustness
problem can be represented as a standard
Cauchy problem with zero boundary
conditions, therefore some standard stability
robustness analysis methods can be modified
to find the robustness bounds..
For certain types of infinite dimensional
systems, a practical computation method is
developed so that numerical results are easier
to obtain.
Subjects
infinite dimensional systems
boundary control problem
stability
robustness
robustness
Publisher
臺北市：國立臺灣大學電機工程學系暨研究所
Type
report
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882213E002089.pdf
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Format
Adobe PDF
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